{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Solid Earth tides at California, USA at 25 December 2020"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Go to directory /Users/yunjunz/Downloads\n"
     ]
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "import os\n",
    "import datetime as dt\n",
    "import numpy as np\n",
    "from cartopy import crs as ccrs, feature as cfeature\n",
    "from matplotlib import pyplot as plt, ticker, dates as mdates\n",
    "from mintpy.utils import plot as pp\n",
    "import pysolid\n",
    "plt.rcParams.update({'font.size': 12})\n",
    "\n",
    "work_dir = os.path.expanduser('~/Downloads')\n",
    "os.chdir(work_dir)\n",
    "print('Go to directory', work_dir)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Calculate"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "PYSOLID: ----------------------------------------\n",
      "PYSOLID: datetime: 2020-12-25T14:07:44\n",
      "PYSOLID: SNWE: (29.11111, 43.0, -126.0, -113.499999)\n",
      "SOLID  : calculate solid Earth tides in east/north/up direction\n",
      "SOLID  : shape: (500, 450), step size: -0.0278 by 0.0278 deg\n",
      "SOLID  : calculating / writing data to txt file: /Users/yunjunz/Downloads/solid.txt\n",
      "PYSOLID: read data from text file: /Users/yunjunz/Downloads/solid.txt\n"
     ]
    }
   ],
   "source": [
    "## inputs\n",
    "dt_obj = dt.datetime(2020, 12, 25, 14, 7, 44)\n",
    "atr = {\n",
    "    'LENGTH' : 500,                # number of rows\n",
    "    'WIDTH'  : 450,                # number of columns\n",
    "    'X_FIRST': -126,               # min longitude in degree (upper left corner of the upper left pixel)\n",
    "    'Y_FIRST': 43,                 # max laitude   in degree (upper left corner of the upper left pixel)\n",
    "    'X_STEP' :  0.000925926 * 30,  # output resolution in degree\n",
    "    'Y_STEP' : -0.000925926 * 30,  # output resolution in degree\n",
    "}\n",
    "\n",
    "## call\n",
    "(tide_e,\n",
    " tide_n,\n",
    " tide_u) = pysolid.calc_solid_earth_tides_grid(dt_obj, atr,\n",
    "                                               display=False,\n",
    "                                               verbose=True)\n",
    "\n",
    "## project ENU to radar line-of-sight (LOS) with positive for motion towards satellite\n",
    "inc_angle  =   34.0 / 180. * np.pi  # radian, typical value for Sentinel-1\n",
    "head_angle = -168.0 / 180. * np.pi  # radian, typical value for Sentinel-1 desc track\n",
    "tide_los = (  tide_e * np.sin(inc_angle) * np.cos(head_angle) * -1\n",
    "            + tide_n * np.sin(inc_angle) * np.sin(head_angle)\n",
    "            + tide_u * np.cos(inc_angle))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "plot lat/lon label in step of 10 and location of [1, 0, 0, 1]\n",
      "plot lat/lon label in step of 10 and location of [0, 0, 0, 1]\n",
      "plot lat/lon label in step of 10 and location of [0, 0, 0, 1]\n",
      "plot lat/lon label in step of 10 and location of [0, 0, 0, 1]\n",
      "save figure to file: SET_grid.png\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 648x360 with 8 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# plot\n",
    "fig, axs = plt.subplots(nrows=1, ncols=4, figsize=[9, 5], sharex=True, sharey=True, subplot_kw=dict(projection=ccrs.PlateCarree()))\n",
    "\n",
    "N = float(atr['Y_FIRST'])\n",
    "W = float(atr['X_FIRST'])\n",
    "S = N + float(atr['Y_STEP']) * int(atr['LENGTH'])\n",
    "E = W + float(atr['X_STEP']) * int(atr['WIDTH'])\n",
    "kwargs = dict(cmap='RdBu',\n",
    "              origin='upper',\n",
    "              extent=(W,E,S,N),\n",
    "              interpolation='nearest')\n",
    "\n",
    "tides = [tide_e, tide_n, tide_u, tide_los]\n",
    "labels = ['East [cm]', 'North [cm]', 'Up [cm]', 'Line-of-Sight [cm]']\n",
    "lalo_locs = [[1,0,0,1],\n",
    "             [0,0,0,1],\n",
    "             [0,0,0,1],\n",
    "             [0,0,0,1]]  # left, right, top, bottom\n",
    "for i in range(len(tides)):\n",
    "    ax = axs[i]\n",
    "    im = ax.imshow(tides[i]*100, **kwargs)\n",
    "\n",
    "    # axis format\n",
    "    ax.tick_params(which='both', direction='in', bottom=True, top=True, left=True, right=True)\n",
    "    ax.coastlines(resolution='10m')\n",
    "\n",
    "    states_provinces = cfeature.NaturalEarthFeature(\n",
    "        category='cultural',\n",
    "        name='admin_1_states_provinces_lines',\n",
    "        scale='10m',\n",
    "        facecolor='none')\n",
    "    ax.add_feature(cfeature.LAND)\n",
    "    ax.add_feature(cfeature.COASTLINE)\n",
    "    ax.add_feature(states_provinces, edgecolor='k', linewidth=0.5)\n",
    "\n",
    "    pp.draw_lalo_label(geo_box=(W,N,E,S), ax=ax, projection=ccrs.PlateCarree(), lalo_loc=lalo_locs[i], lalo_step=10)\n",
    "    fig.colorbar(im, ax=ax, orientation='horizontal', label=labels[i], pad=0.07, ticks=ticker.MaxNLocator(3))\n",
    "fig.suptitle('solid Earth tides at {}'.format(dt_obj.isoformat()), y=0.7)\n",
    "fig.tight_layout()\n",
    "\n",
    "# output\n",
    "out_fig = 'SET_grid.png'\n",
    "print('save figure to file:', out_fig)\n",
    "#fig.savefig(out_fig, bbox_inches='tight', transparent=True, dpi=600)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
